Shock Poll: Trump beats ALL DEMOCRATS in new poll,shrinks key gaps

[Preacher]

Shock Poll: Donald Trump Beats Hillary Clinton, Shrinks Key Gaps - Breitbart
Poll shows Donald Trump would beat Democrats in presidential election


ROFLMAO! This is hilarious...I wonder if he can keep it up? We saw these things with Ron Paul and Ross Perot but neither turned into victories at the polls. Will this time be different?

 

[Preacher]

Among a subset of registered voters who tell SurveyUSA that they pay "a lot" of attention to politics, the scale tilts to the right: Today it's:

* Trump 54%, Clinton 36%.
* Trump 53%, Sanders 39%.
* Trump 53%, Biden 37%.
* Trump 54%, Gore 36%.

So for those of us that pay attention to politics and the news aka high information voters the democrat is in the 30's. Who said it was gonna be a landslide? Think they might be on to something!

 

[Pogo]

Nnnnnope.

That's why he's doing this now, in not-an-election-year. It isn't even electioneering; it's attention-whoring. And that's all a poll means right now. It's basically worth the same as when your local entertainment rag runs a "best of" poll and includes crap like "best injury lawyer" and everybody votes for Morris Bart because "I've heard of him" -- not because they know jack about his lawyering. The Rump "candidacy" is a tale told by an idiot, full of sound and fury, signifying nothing. Nothing except raw egomania.

Among a subset of registered voters who tell SurveyUSA that they pay "a lot" of attention to politics, the scale tilts to the right: Today it's:

* Trump 54%, Clinton 36%.
* Trump 53%, Sanders 39%.
* Trump 53%, Biden 37%.
* Trump 54%, Gore 36%.

So for those of us that pay attention to politics and the news aka high information voters the democrat is in the 30's. Who said it was gonna be a landslide? Think they might be on to something!

Case in point right there--- Gore and Biden are not even running. Need any more evidence that people are voting on the basis of "I've heard of him"?

 

[Statistikhengst]

Shock Poll: Donald Trump Beats Hillary Clinton, Shrinks Key Gaps - Breitbart
Poll shows Donald Trump would beat Democrats in presidential election


ROFLMAO! This is hilarious...I wonder if he can keep it up? We saw these things with Ron Paul and Ross Perot but neither turned into victories at the polls. Will this time be different?

It's the very same poll you already made a thread about. Are you aware of this, or are you just a little brain-damaged, maybe?

 

[Preacher]

Nnnnnope.

That's why he's doing this now, in not-an-election-year. It isn't even electioneering; it's attention-whoring. And that's all a poll means right now. It's basically worth the same as when your local entertainment rag runs a "best of" poll and includes crap like "best injury lawyer" and everybody votes for Morris Bart because "I've heard of him" -- not because they know jack about his lawyering. The Rump "candidacy" is a tale told by an idiot, full of sound and fury, signifying nothing. Nothing except raw egomania.

Among a subset of registered voters who tell SurveyUSA that they pay "a lot" of attention to politics, the scale tilts to the right: Today it's:

* Trump 54%, Clinton 36%.
* Trump 53%, Sanders 39%.
* Trump 53%, Biden 37%.
* Trump 54%, Gore 36%.

So for those of us that pay attention to politics and the news aka high information voters the democrat is in the 30's. Who said it was gonna be a landslide? Think they might be on to something!

Case in point right there--- Gore and Biden are not even running. Need any more evidence that people are voting on the basis of "I've heard of him"?

So because you hate Trump the polls mean nothing....that was easier said than that long rant now wasn't it. Biden MIGHT run and GORE wouldn't surprise me if he jumps in. Especially if Clinton continues to collapse and Biden doesn't run.

 

[Preacher]

Shock Poll: Donald Trump Beats Hillary Clinton, Shrinks Key Gaps - Breitbart
Poll shows Donald Trump would beat Democrats in presidential election


ROFLMAO! This is hilarious...I wonder if he can keep it up? We saw these things with Ron Paul and Ross Perot but neither turned into victories at the polls. Will this time be different?

It's the very same poll you already made a thread about. Are you aware of this, or are you just a little brain-damaged, maybe?

That was about something entirely different.

 

[Pogo]

Nnnnnope.

That's why he's doing this now, in not-an-election-year. It isn't even electioneering; it's attention-whoring. And that's all a poll means right now. It's basically worth the same as when your local entertainment rag runs a "best of" poll and includes crap like "best injury lawyer" and everybody votes for Morris Bart because "I've heard of him" -- not because they know jack about his lawyering. The Rump "candidacy" is a tale told by an idiot, full of sound and fury, signifying nothing. Nothing except raw egomania.

Among a subset of registered voters who tell SurveyUSA that they pay "a lot" of attention to politics, the scale tilts to the right: Today it's:

* Trump 54%, Clinton 36%.
* Trump 53%, Sanders 39%.
* Trump 53%, Biden 37%.
* Trump 54%, Gore 36%.

So for those of us that pay attention to politics and the news aka high information voters the democrat is in the 30's. Who said it was gonna be a landslide? Think they might be on to something!

Case in point right there--- Gore and Biden are not even running. Need any more evidence that people are voting on the basis of "I've heard of him"?

So because you hate Trump the polls mean nothing....that was easier said than that long rant now wasn't it. Biden MIGHT run and GORE wouldn't surprise me if he jumps in. Especially if Clinton continues to collapse and Biden doesn't run.

"Hate"?

I didn't post about emotion at all -- you did. I simply analyzed and answered your OP question.

Who "might" run or "wouldn't surprise you", that's irrelevant. That's two names that haven't declared to run, but two names that are well known --- which demonstrates exactly my point.

What a poll asks: "Which do you prefer among these.... "
What the poll taker hears: "Who have you heard of among these...."
Ain't rocket surgery.

 

[Statistikhengst]

Shock Poll: Donald Trump Beats Hillary Clinton, Shrinks Key Gaps - Breitbart
Poll shows Donald Trump would beat Democrats in presidential election


ROFLMAO! This is hilarious...I wonder if he can keep it up? We saw these things with Ron Paul and Ross Perot but neither turned into victories at the polls. Will this time be different?

It's the very same poll you already made a thread about. Are you aware of this, or are you just a little brain-damaged, maybe?

That was about something entirely different.

No. It is EXACTLY the same SUSA poll.

 

[the_human_being]

Shock Poll: Donald Trump Beats Hillary Clinton, Shrinks Key Gaps - Breitbart
Poll shows Donald Trump would beat Democrats in presidential election


ROFLMAO! This is hilarious...I wonder if he can keep it up? We saw these things with Ron Paul and Ross Perot but neither turned into victories at the polls. Will this time be different?

On top of that, Trump just secured the votes of all the New England Patriots fans. Tom Brady is for Trump and even has one of his hats in his locker. Patriots fans love WINNERS!!

 

[BluesLegend]

Among a subset of registered voters who tell SurveyUSA that they pay "a lot" of attention to politics, the scale tilts to the right: Today it's:

* Trump 54%, Clinton 36%.
* Trump 53%, Sanders 39%.
* Trump 53%, Biden 37%.
* Trump 54%, Gore 36%.

So for those of us that pay attention to politics and the news aka high information voters the democrat is in the 30's. Who said it was gonna be a landslide? Think they might be on to something!

On that's gonna leave a mark

 

[the_human_being]

So you Liberals be honest here. Would you oppose Tom Brady continuing to play football while serving as Vice-President?

 

[Old Rocks]

So you Liberals be honest here. Would you oppose Tom Brady continuing to play football while serving as Vice-President?

What? My word, I do believe that is a selfie in the avatar.

 

[Old Rocks]

Breibart? Why not post something out of the Weekly World? Same credibility.

 

[Pogo]

So you Liberals be honest here. Would you oppose Tom Brady continuing to play football while serving as Vice-President?

Tom Brady??

Before I consider my vote, what's his position on................ inflation?

 

[the_human_being]

So you Liberals be honest here. Would you oppose Tom Brady continuing to play football while serving as Vice-President?

Tom Brady??

Before I consider my vote, what's his position on................ inflation?

From his own tried and tested personal experience, he finds inflation to be more productive than deflation.

 

[paulitician]

I'm only gonna consider supporting candidates who pledge to secure the border and restore the law of the land. And right now, Trump's the only candidate making that pledge. The rest are pushing the same ole half-measure Bullshite. Trump's the man.

 

[oreo]

Another one of your SHOCK polls that is SHOCKING everyone.

http://data:image/jpeg;base64,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